{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import ogr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import random\n",
    "def randomCol():\n",
    "    ls = ['0','1','2','3','4','5','6','7','8','9','A','B','C','D','E','F']\n",
    "    return \"#{0}\".format(\"\".join(random.sample(ls,6)))\n",
    "def show(polyArr, xm=(100,130),ym=(25,45)):  \n",
    "    fig = plt.figure(figsize=(12,9)) \n",
    "    ax = fig.gca() \n",
    "    ax.grid(alpha= 1)\n",
    "    for i in range(len(polyArr)):\n",
    "        p = polyArr[i].split(\"((\")[1].split(\"))\")[0].split(\",\")\n",
    "        pl = []\n",
    "        for coord in p:\n",
    "            pnt = coord.split(\" \")\n",
    "            pl.append([float(pnt[0]),float(pnt[1])])\n",
    "        if i >= 2:\n",
    "            mpoly = plt.Polygon(pl,ec = '#000000',fc=randomCol(), alpha = 0.5,hatch='/')\n",
    "        else:\n",
    "            mpoly = plt.Polygon(pl,ec = '#000000',fc=randomCol(), alpha = 0.5)\n",
    "        ax.add_patch(mpoly)\n",
    "    ax.set_autoscale_on= False\n",
    "    ax.set_xlim(xm[0],xm[1])\n",
    "    ax.set_ylim(ym[0],ym[1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [],
   "source": [
    "poly1 = 'POLYGON((116 39,116 32,105 37,111 42,116 39))'\n",
    "poly2 = 'POLYGON((114 41,121 36,119 29,109 29,114 41))'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "show([poly1,poly2])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [],
   "source": [
    "geom1 = ogr.CreateGeometryFromWkt(poly1)\n",
    "geom2 = ogr.CreateGeometryFromWkt(poly2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 计算是否相交"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geom1.Intersect(geom2)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 获取相交的区域"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "POLYGON ((116 39,116 32,111.165605095541 34.1974522292994,113.733333333333 40.36,116 39))\n"
     ]
    }
   ],
   "source": [
    "geom3 = geom1.Intersection(geom2)\n",
    "print(geom3)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "show([poly1,poly2,geom3.ExportToIsoWkt()])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "poly1 = 'POLYGON((116 39,116 32,105 37,111 42,116 39))'\n",
    "poly2 = 'POLYGON((117 40,121 36,119 29,119 29,117 40))'\n",
    "show([poly1,poly2])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "是否相交:False\n",
      "是否分离:True\n"
     ]
    }
   ],
   "source": [
    "geom1 = ogr.CreateGeometryFromWkt(poly1)\n",
    "geom2 = ogr.CreateGeometryFromWkt(poly2)\n",
    "print(\"是否相交:{0}\".format(geom1.Intersect(geom2)))\n",
    "print(\"是否分离:{0}\".format(geom1.Disjoint(geom2)))"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.6.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
